find the point of the image of point a after a dilation with center at the origin and scale factor of 2.5.

Find the point of the image of point A after a dilation with center at the origin and scale factor of 2.5. => R or P or Q or M..

Select the dilated image of PQRS under a scale factor of 2 with center as origin. => Figure 2 or Figure 1..

Find the image of point P (3, 4) under dilation with center (0, 0) with a scale factor of 2. => (- 3, - 4) or (6, 8) or (- 6, 8) or (6, - 8)..

Find the scale factor for the dilation. => 2.5 or 6.5 or 3 or 2..

Find the new coordinates of the image of the pentagon PQRST after dilation with center at origin and a scale factor of 1 2 . => (-1, 5/2), (1/2, 1), (1/2, 1/2), (-5/2, -..

are parallel to the sides of The point X is called the centre of enlargement. Let us consider various cases for different values of the enlargement factor. Enlargement factor greater than one. when K > 1 Let K = 2 Take O as the centre of enlargement, two p..

Points A(1, 1) and B(9, 6) on an XY plane are dilated to A′ and B′ with the center as the origin. The scale factor of A is 4 and that of B is 1 3 . Find the difference in the lengths between the line segments AB and A..

The image of triangle ABC after dilation with respect to point A is A'B'C'. If AB = 12 in. and A'B' = 8 in., then find the scale factor. => 3 2 or 1 3 or 2 3 or 1 2..

Points A (2, 0), B(3, - 2), C(2, - 4) and D(0, - 4) are dilated to A′, B′, C′, and D′ under O(0, 0) as the center and scale factors 2.5, 2, 1.5 and 1.5 res..

Square ABCD is dilated by a scale factor of 2 with the center of dilation at (0, 0). What will be the area of the new square? => It is 4 times the area of square ABCD. or It is 2 times the area of square ABCD. or It is 1 4 the ar..